Show that n^2 leaves the remainder 1 when divided by 8 where n is an odd positive integer.
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n is an odd positive integer.
Let n = 3
n² = 9
9 ÷ 8 --- Remainder = 1
Let n=5
25÷ 8 --- Remainder =1
Hence proved
Let n = 3
n² = 9
9 ÷ 8 --- Remainder = 1
Let n=5
25÷ 8 --- Remainder =1
Hence proved
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